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The Research of the Logic Algebra Decoding Method of (2, 1, 4) Convolutional Code

论文标题:(2,1,4)卷积码的逻辑代数译码方法研究

MV-algebra is a kind of logic algebra, which has been introduced by the international famous model expert C.

MV-代数是一种逻辑代数,它是国际著名模型论专家C.C。

In this paper, we discuss some kinds of special filters and congruence relation in fuzzy algebraic system MTL which is used extensively. The conceptions of the special filter are fuzzified in terms of the fuzzy set of Zadehs theories and further study them by way of logic algebra of n-value.

本文在具有广泛应用的模糊逻辑代数系统MTL-代数中,讨论了几类特殊滤子和同余关系,并且进一步用多值逻辑代数的方法研究它们。

The context started from the properties of the logic algebra which based onResiduated lattic, studied the relationships between all kind of logic algebras andits corresponding logic systems.

本文便从研究建立在剩余格之上的各种逻辑代数的性质入手,研究了各种逻辑代数,以及与其相应的逻辑系统之间的关系。

The content of this course includes: fundamentals of logic algebra analysis and design of the combinational logic circuit and sequence circuit common applications of the combinational logic circuit and sequence circuit programmable logic devices Hardware Design Description Language A/D (Analog/Digital) and D/A conversion.

课程的主要内容有:逻辑代数基础、组合逻辑电路及时序电路分析与设计、常用中规模组合逻辑及时序逻辑电路应用、可编程逻辑器件、硬件设计描述语言VHDL、数模、模数转换等。

Peirce ; quantifier ; semiotics ; index ; algebra of logic ; existential graphs ; line of identity

皮尔士;量词;指号学;索引;逻辑代数;存在图表;等值线

Algebraic logic 2 logic function based on the express ways and simplification of the 3 in the scale of integrated circuits analysis and design of 4 flip-flops and a simple application circuit 5 synchronous sequential circuit analysis and design of 6 common synchronous sequential circuit 7 integrates asynchronous sequential circuits analysis and design of digital logic 8 the latest developments in technology is our university teachers digital logic courseware, very good

逻辑代数基础 2逻辑函数的表示方式和化简 3中规模集成电路的分析和设计 4触发器及其简单应用电路 5同步时序电路的分析和设计 6常见的同步集成时序电路 7异步时序电路的分析和设计 8数字逻辑技术的最新发展是我们大学老师数字逻辑的课件,非常不错

Established the qualitative algebra space: proposed the symbol algebra and interval algebra space and applied them to the qualitative reasoning; proposed qualitative logic algebra and applied it to the multi-logic problems.

建立了定性代数空间,提出了符号代数和区间代数空间并分析了在定性推理中的应用;提出了定性逻辑代数空间,并应用于物理量之间的多值逻辑问题。

This course mainly consists of 4 parts:1.Logical algebra and logical simplification, Karnaugh Map and Q-M approach.

本课程由4部分组成,分别是:逻辑代数与逻辑函数化简、组合逻辑分析与设计、同步时序逻辑分析与设计、可编程逻辑设计。

In this paper the Karnaugh map for simplifying logic functions is used in computing canonical covers based on the equivalence between the theory of functional dependencies and logic algebra.

本文依据函数依赖理论与逻辑代数对应部分的等价性,引入化简逻辑函数的卡诺图法求函数依赖集的规范覆盖。

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